Evgeny Ivanov

activity

20232026

collaborators

4 papers

hep-th2026

$N = 4$ supersymmetric multiparticle systems based on indecomposable multiplets

Sergey Fedoruk, Evgeny Ivanov, Stepan Sidorov

We construct new multiparticle models of $N = 4$ supersymmetric mechanics with spin degrees of freedom by employing nonlinear indecomposable supermultiplets ${\bf (1,4,3){\…

hep-th2026

$N = 8$ supersymmetric mechanics with spin variables from indecomposable multiplets

Evgeny Ivanov, Stepan Sidorov

We define two new indecomposable (not fully reducible) $N = 8$ , $d = 1$ off-shell multiplets and consider the corresponding models of $N = 8$ supersymmetric mechanics with…

hep-th2024

$N = 8$ invariant interaction of dynamical and semi-dynamical $N = 4$ multiplets

Sergey Fedoruk, Evgeny Ivanov

We present a new model of $N = 8$ mechanics with semi-dynamic supermultiplets. The model is constructed as an interaction of $N = 4$ supermultiplets which c…

hep-th2023

Non-linear (3, 4, 1) multiplet of $N = 4$ , $d = 1$ supersymmetry as a semi-dynamical spin multiplet

Evgeny Ivanov, Stepan Sidorov

We consider a new type of $N = 4$ , $d = 1$ semi-dynamical multiplet based on the non-linear version of the mirror multiplet $(3, 4, 1)$ , with the triplet of bosonic physic…

N=4 supersymmetric multiparticle systems based on indecomposable multiplets

N=8 supersymmetric mechanics with spin variables from indecomposable multiplets

N=8 invariant interaction of dynamical and semi-dynamical N=4 multiplets

Non-linear (3, 4, 1) multiplet of N=4, d=1 supersymmetry as a semi-dynamical spin multiplet

$N = 4$ supersymmetric multiparticle systems based on indecomposable multiplets

$N = 8$ supersymmetric mechanics with spin variables from indecomposable multiplets

$N = 8$ invariant interaction of dynamical and semi-dynamical $N = 4$ multiplets

Non-linear (3, 4, 1) multiplet of $N = 4$ , $d = 1$ supersymmetry as a semi-dynamical spin multiplet